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Voltage divider calculator

Output voltage, output impedance, and standing current — plus reverse mode: find R2 for a target output.

Output voltageVin · R2 / (R1 + R2)6.000 V
Output impedanceR1 ∥ R2 — what a load actually sees5 kΩ
Divider current (always flowing)600.0 µA
Reverse: find R2 for a target output
Exact R23.79 kΩ
Nearest standard (E24)3.9 kΩ
Actual output with it2.0% off target3.367 V

How it works

Two resistors in series share the input voltage in proportion to their resistance: Vout = Vin · R2 / (R1 + R2). The same current flows through both, so the bigger resistor takes the bigger share of the voltage.

The two numbers everyone forgets: the output impedance (R1 ∥ R2 — what a load actually sees), and the standing current (Vin / (R1+R2)) that flows forever, which matters on batteries.

Common questions

Can I power something from a voltage divider?

Almost never. A divider makes a reference voltage, not a supply: any load current flows through R1 and drags the output down. The output impedance line in this calculator (R1 ∥ R2) tells you how badly — a load comparable to that impedance sags the output significantly. To power things, use a regulator.

What resistor values should I use?

It's the RATIO that sets the voltage; the absolute values set the standing current and the stiffness. 10k–100k total is the usual sweet spot: small enough to drive an ADC pin, large enough not to waste battery. The calculator shows the always-flowing current so you can judge.

Why is my divider's output wrong when I connect it to something?

The thing you connected is now part of the divider — its input resistance sits in parallel with R2. If the load is less than ~10× the divider's output impedance, the error is over a percent and grows fast. Buffer with an op-amp follower when it matters.

Design it in the editor — freeLive electrical checks, automatic BOM, KiCad export.